<svg id="说明" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" viewBox="0 0 1920 1080">
  <defs>
    
  </defs>
  <image width="100%" height="100%" xlink:href="../../../../assets/images/蓝色分割线条背景.png"/>
  <!-- 1100 -->
  <path id="矩形_22" data-name="矩形 22" class="cls-1" d="M69.99,750.65h210v70h-210v-70Z" [style.fill]="formatStationColor('1100')"/>
  <!-- 1010 -->
  <path id="矩形_23" data-name="矩形 23" class="cls-1" d="M280,750.65H500v70H280v-70Z" [style.fill]="formatStationColor('1010')"/>
  <!-- 1030 -->
  <rect id="矩形_24" data-name="矩形 24" class="cls-2" x="500" y="751" width="210" height="70" [style.fill]="formatStationColor('1030')"/>
  <!-- 1040 -->
  <rect id="矩形_25" data-name="矩形 25" class="cls-2" x="710" y="751" width="220" height="70" [style.fill]="formatStationColor('1040')"/>
  <!-- 1050 -->
  <rect id="矩形_26" data-name="矩形 26" class="cls-2" x="931" y="751" width="224" height="70" [style.fill]="formatStationColor('1050')"/>
  <!-- CC01 -->
  <rect id="矩形_27" data-name="矩形 27" class="cls-2" x="1154.5" y="751" width="211" height="70" [style.fill]="formatStationColor('CC01')"/>
  <!-- 1060 -->
  <rect id="矩形_31" data-name="矩形 31" class="cls-2" x="1048" y="415" width="317" height="70" [style.fill]="formatStationColor('1060')"/>
  <!-- 1070 -->
  <rect id="矩形_30" data-name="矩形 30" class="cls-2" x="689" y="415" width="363" height="70" [style.fill]="formatStationColor('1070')"/>
  <!-- 1080 -->
  <rect id="矩形_29" data-name="矩形 29" class="cls-2" x="376" y="416" width="314" height="70" [style.fill]="formatStationColor('1080')"/>
  <!-- 1090 -->
  <rect id="矩形_28" data-name="矩形 28" class="cls-2" x="70" y="416" width="308" height="70" [style.fill]="formatStationColor('1090')"/>
  <!-- 1095 -->
  <rect id="矩形_15" data-name="矩形 15" class="cls-2" x="180" y="217" width="960" height="78" [style.fill]="formatStationColor('1095')"/>
  <!-- 点击事件，rect元素不触发点击事件 -->
  <text id="_1100" data-name="1100" class="cls-3" transform="translate(160.062 800.167) scale(1.169)" (click)="stationClick('1100')"><tspan x="0">1100</tspan></text>
  <text id="_1010" data-name="1010" class="cls-3" transform="translate(384.935 800.167) scale(1.169)" (click)="stationClick('1010')"><tspan x="0">1010</tspan></text>
  <text id="_1030" data-name="1030" class="cls-3" transform="translate(620.433 800.167) scale(1.169)" (click)="stationClick('1030')"><tspan x="0">1030</tspan></text>
  <text id="_1040" data-name="1040" class="cls-3" transform="translate(832.934 800.167) scale(1.169)" (click)="stationClick('1040')"><tspan x="0">1040</tspan></text>
  <text id="_1050" data-name="1050" class="cls-3" transform="translate(1036.934 803.452) scale(1.169)" (click)="stationClick('1050')"><tspan x="0">1050</tspan></text>
  <text id="CC01" class="cls-3" transform="translate(1263.254 800.062) scale(1.119)" (click)="stationClick('CC01')"><tspan x="0">CC01</tspan></text>
  <text id="_1090" data-name="1090" class="cls-3" transform="translate(179.562 463.356) scale(1.169)" (click)="stationClick('1090')"><tspan x="0">1090</tspan></text>
  <text id="_1080-2" data-name="1080" class="cls-3" transform="translate(540.434 461.857) scale(1.169)" (click)="stationClick('1080')"><tspan x="0">1080</tspan></text>
  <text id="_1070" data-name="1070" class="cls-3" transform="translate(878.957 462.195) scale(1.169)" (click)="stationClick('1070')"><tspan x="0">1070</tspan></text>
  <text id="_1060" data-name="1060" class="cls-3" transform="translate(1202.561 465.141) scale(1.169)" (click)="stationClick('1060')"><tspan x="0">1060</tspan></text>
  <text id="_1095" data-name="1095" class="cls-3" transform="translate(663.971 266.495) scale(1.169)" (click)="stationClick('1095')"><tspan x="0">1095</tspan></text>
  <text id="CSS5_凸轮轴罩盖总成" data-name="CSS5 凸轮轴罩盖总成" class="cls-3" x="960" y="79.5"><tspan x="960">CSS5 凸轮轴罩盖总成</tspan></text>
  <text id="CSS5凸轮轴盖总成" class="cls-3" x="1634.957" y="123.98"><tspan x="1634.957">CSS5凸轮轴盖总成</tspan></text>
  <rect id="矩形_21" data-name="矩形 21" class="cls-2" x="1389.19" y="485" width="459.28" height="399.781"/>
  <!-- 当前工位数据 -->
  <text id="工位名称_" data-name="工位名称：" class="cls-3" transform="translate(1508.233 528.456) scale(0.891)"><tspan x="0">工位名称：</tspan></text>
  <text id="_1080" data-name="1080" class="cls-3" transform="translate(1611.059 530.069) scale(0.891)"><tspan x="0">{{stationInfo.code}}</tspan></text>
  <text id="产量:" class="cls-3" transform="translate(1471.96 571.417) scale(0.891)"><tspan x="0">产量:</tspan></text>
  <text id="_100" data-name="100" class="cls-3" transform="translate(1532.517 573.456) scale(0.891)"><tspan x="0">{{stationInfo.production}}</tspan></text>
  <text id="状态_" data-name="状态：" class="cls-3" transform="translate(1623.181 567.985) scale(0.891)"><tspan x="0">状态：</tspan></text>
  <text id="报警" class="cls-3" transform="translate(1682.554 567.985) scale(0.891)"><tspan x="0">{{stationInfo.statusText}}</tspan></text>
  <text id="型号_" data-name="型号：" class="cls-3" transform="translate(1481.802 610.958) scale(0.891)"><tspan x="0">型号：</tspan></text>
  <text id="_15S7" data-name="15S7" class="cls-3" transform="translate(1543.567 610.958) scale(0.891)"><tspan x="0">{{stationInfo.model}}</tspan></text>
  <text id="节拍_" data-name="节拍：" class="cls-3" transform="translate(1627.544 610.958) scale(0.891)"><tspan x="0">节拍：</tspan></text>
  <text id="_90秒" data-name="90秒" class="cls-3" transform="translate(1689.247 610.958) scale(0.891)"><tspan x="0">{{stationInfo.jph}}秒</tspan></text>
  <text id="停机时间_" data-name="停机时间：" class="cls-3" transform="translate(1508.233 654.333) scale(0.891)"><tspan x="0">停机时间：</tspan></text>
  <text id="_39分钟9次" data-name="39分钟9次" class="cls-3" transform="translate(1641.876 652.978) scale(0.891)"><tspan x="0">{{formatFaultTime(stationInfo.interruptTime)}}</tspan></text>
  <text id="堵料时间_" data-name="堵料时间：" class="cls-3" transform="translate(1509.456 693.829) scale(0.891)"><tspan x="0">堵料时间：</tspan></text>
  <text id="_12分钟10次" data-name="12分钟10次" class="cls-3" transform="translate(1654.671 693.829) scale(0.891)"><tspan x="0">{{formatFaultTime(stationInfo.blockTime)}}</tspan></text>
  <text id="_30分钟10次" data-name="30分钟10次" class="cls-3" transform="translate(1653.387 735.843) scale(0.891)"><tspan x="0">{{formatFaultTime(stationInfo.waitTime)}}</tspan></text>
  <text id="待料时间_" data-name="待料时间：" class="cls-3" transform="translate(1509.456 736.752) scale(0.891)"><tspan x="0">待料时间：</tspan></text>
  <text id="追溯信息_" data-name="追溯信息：" class="cls-3" transform="translate(1509.456 775.957) scale(0.891)"><tspan x="0">追溯信息：</tspan></text>
  <text id="_1509S87123457" data-name="1509S87123457" class="cls-3" transform="translate(1689.494 774.603) scale(0.891)"><tspan x="0" style="font-size: 28px">{{stationInfo.review}}</tspan></text>
  <text id="装配线在线托盘数_" data-name="装配线在线托盘数：" class="cls-3" transform="translate(1563.043 828.456) scale(0.891)"><tspan x="0">装配线在线托盘数：</tspan></text>
  <text id="_80" data-name="80" class="cls-3" transform="translate(1700.556 831.023) scale(0.891)"><tspan x="0">{{stationInfo.palletNum}}</tspan></text>
  <path id="矩形_20" data-name="矩形 20" class="cls-1" d="M1735.48,143.643h113v50h-113v-50Zm-115,0h114v50h-114v-50Zm-231,0h230v50h-230v-50Zm346,50h113v50h-113v-50Zm-115,0h114v50h-114v-50Zm-231,0h230v50h-230v-50Zm346,50h113v50h-113v-50Zm-115,0h114v50h-114v-50Zm-231,0h230v50h-230v-50Z"/>
  <path id="矩形_18" data-name="矩形 18" class="cls-1" d="M1389.48,83.643h460v60h-460v-60Z"/>
  <!-- 当前产线数据 -->
  <text id="上线" class="cls-3" x="1659.855" y="179.461"><tspan x="1659.855">上线</tspan></text>
  <text id="下线" class="cls-3" x="1779.855" y="179.461"><tspan x="1779.855">下线</tspan></text>
  <text id="上一小时产量" class="cls-3" x="1501.356" y="229.461"><tspan x="1501.356">上一小时产量</tspan></text>
  <text id="当前小时产量" class="cls-3" x="1501.356" y="279.461"><tspan x="1501.356">当前小时产量</tspan></text>
  <text id="累计产量" class="cls-3" x="1470.605" y="329.46"><tspan x="1470.605">累计产量</tspan></text>
  <text id="目标产量" class="cls-3" x="1470.605" y="379.461"><tspan x="1470.605">目标产量</tspan></text>
  <text id="未在线设备数量" class="cls-3" x="1516.731" y="429.461"><tspan x="1516.731">未在线设备数量</tspan></text>
  <text id="_0" data-name="0" class="cls-3" x="1668.732" y="229.461"><tspan x="1668.732">{{monitorData.onlinePreHour}}</tspan></text>
  <text id="_0-2" data-name="0" class="cls-3" x="1788.732" y="229.461"><tspan x="1788.732">{{monitorData.offlinePreHour}}</tspan></text>
  <text id="_0-3" data-name="0" class="cls-3" x="1668.732" y="277.151"><tspan x="1668.732">{{monitorData.onlineCurrentHour}}</tspan></text>
  <text id="_0-4" data-name="0" class="cls-3" x="1788.732" y="277.151"><tspan x="1788.732">{{monitorData.offlineCurrentHour}}</tspan></text>
  <text id="_999" data-name="999" class="cls-3" x="1683.98" y="329.46"><tspan x="1683.98">{{monitorData.onlineTotal}}</tspan></text>
  <text id="_999-2" data-name="999" class="cls-3" x="1794.981" y="329.46"><tspan x="1794.981">{{monitorData.offlineTotal}}</tspan></text>
  <text id="_200" data-name="200" class="cls-3" x="1794.981" y="376.15"><tspan x="1794.981">{{monitorData.targetProduction}}</tspan></text>
  <text id="_0-5" data-name="0" class="cls-3" x="1788.981" y="428.651"><tspan x="1788.981">{{monitorData.offlineMachine}}</tspan></text>
  <path id="矩形_19" data-name="矩形 19" class="cls-1" d="M1735.48,293.643h113v50h-113v-50Zm-115,0h114v50h-114v-50Zm-231,0h230v50h-230v-50Zm346,50h113v50h-113v-50Zm-115,0h114v50h-114v-50Zm-231,0h230v50h-230v-50Zm346,50h113v50h-113v-50Zm-115,0h114v50h-114v-50Zm-231,0h230v50h-230v-50Z"/>
  <rect id="矩形_14" data-name="矩形 14" class="cls-2" x="70" y="217" width="108" height="199"/>
  
  <rect id="矩形_12" data-name="矩形 12" class="cls-2" x="70" y="485" width="108" height="267"/>  
  <rect id="矩形_7" data-name="矩形 7" class="cls-2" x="1261" y="485" width="104" height="266"/>
  <image id="图例" x="100" y="1005" width="1519" height="47" 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CjM5b6t6TU+qYFwPpBesm+HqA+qD9OAF55r9Y0/Ca9baPkA9YIXjib5ekdSRnpeURz9S+N7kwD2ikblbLb+ofhEutu0nr34Z740eecGFoG/i5zJTn3J87XFXGETH4U0OHBT17L1tFajhMZzV2mbUyeMHWlcxysvRL2OuOg7p+d5E+R7RzNyu9nle7eNKtz4fhqtERNRjympIlduiw2rWDuP6G5cQ1OP6NKbgdCHDAZs6vy5VrNAeuwannYSqcf22tOsYlhIREVGcpEDUZblpm7jHceeDTOsXI2BNCl07q16dWZcpFjC47wD8wibVH3sawI+04gAiIqJl0eVwdaOqVg2L3qT0G28EpfEX4QUNUc/1e1Olj0B6W9T34XMAfgCg3rb9blUst75VLFf7VVAaP2I499JOr7y0MhTL/UpN16gXy+1Qx7Gprer2FUC2n7OKOx8F7f5qyuQy3sTA+0Qz8x61LByJ9SsARrp6cF0IVz0VDIZVHZB+49WgPPYr9SEG2odoS8vRwyfYkjrpcR3bmQ/U8yp9W0S18FFIMaA6pz9SndX213iXKiPvC+c2lbnK00HfpH41gs70vurHqSppC+u86aiMfKYC9QlVgaqn9reoccLDY63LbO2XQWk8HB4G3nTf9qi0WoqS+qPyfQC/6MZnxXCViIh6yEEVrPZHQ+tPXfo1Js5VLR1Tl+rUpHWIaeOyTm9jamdro9+P61i7hKoufbql6OMxqCUiIuoNrtWpC2ELPuOWmdalCVm7FbDGbavPv7o41aszPwN7dqKwcVg97wUAj6qKHSIiomXTxXD1g2p+1TyEnJK5ylNBcepttKZ53K+mecyqIWW/qY3kEH43PgzgY6ra9WrbNI9O+UxSn0gNa/tA2zSP3wLwmt5MHcPD6jhGgsLUkzJfedchj7MFrO1WTyY33XeTqEWZXJi3TavROV7v2kEuMFwtAvhjAPtVSv9MUBo/pn2IaYYEXgknweI6z/qVgd6cxLzp5/2p8gNo+vtVu+NqPouxtn0OqmAzaiP95tGgNPar8MoJw7EkvZ/tx6lSey/jTZTf31aBelZVoF7VtulT43Tf2Xplwdmgb/wZmWlURDOT9yb770fg71Ft31C/6Aual4PhKhER9YCs6mjfFx2KbJ7B9aNn0Jiy9WeQ0M/ppGpVvwgtKWTV75v2ZWtjuoXWTn/sekHcQvt4DEeJiIgIHYazroFp2m26EbC6hKwuJw/1x6YKDlsb+/b5dQMY2HMAwu9XF9V/R1XNEBERLYsuhKv9qqjtjuiR1zwTlCaekX6j2so6yg8g8HartodV1jHRtv1GVSW6E61q19eD/rEXIGTTIViF5Tt4VuBl/cmBD6Dp36qWmXIjqGrZL6nqWSn95pGgNPYLeEFdC1WDmPNL6ML5mqWWlMnp7++NgFVVAn8EgbdDtX9WFQwueHQO33v4LzvdNiw3/s+t8mNZkYXKT4O+ybMJwap+gtF02+viTkqazKwT8GRT5itnReCPiGYmLOverIYCDoPNS6pdWBXzEoBwSOW9QnqbvVphNwSuINNIGibY9ks8u15IKfPVC0KKyyLIbAdE+Dl+QAWjb7e1DX8hXwFwPQp6pdgg6vl9QnojMle9LvOVMyLwx9Tr2KrGF7+8kGGCZa7TLYmIiLriZgD/CcCtUSerOvISrh0OhwG2BZjQ+jmu1ZlJVw8iYZ7VuOX6/k3tYdg2bl9xr8fW3rVf12n/j8ErERHR6tFpZWva7VxC1m4HrC7LbM/pGsKa9mHbRn8987dtVqqoXLmMbDkLPzcEILw4f4s60cthgomIaMl59QU9YzjV05+rYXTDUTqfDcpj4TDAzXCUTm+69ElIb5PKY74N4Ifq/owwO/kTABsg5KTMV54IShNHIW7kX0jIZWwXOLVWVoub/Knyw2oY4JkRT79tGAb4HgB/GgW9Qk7LfPXJoDT+elvAG5fHreRiR3SQyeHG++wFDZmvnBKNbF0E/nYVkId9m5MAFhTbd1q5Gg4b+0hUuRpO9ts38bjM1sbaPkCXYDXpw+ylDzapQw3DL4eemHvtP6KRLXlT/Q+2jZ39PIDvar804Yf9ZdWJDWSm/lLQP/5aeFGCWh9XKSPbjku/jY5NNDMF7aqMVwH8syo5b7dBjUOurohoHA1K48+3jUP+oJogGG3jkNeQEitXiYhomYTfiw8B+EQ0N7mUVzB24hiqIw2HKtSk7+KFLEfC/mBpA8PUCwsJVrsZqrr07xicEhERkc4lSE1qkxRipmnbSQVr3LYulaudLOusenXmp7R9M0rb9wMiqy6+f1TNW0ZERLRkOqxcDb+7PqWmsxQQwaWgb/KQzNYmEHgZb7J8j2hmDqrvvHNqdM9327bXRvZsng5KE89Kv1FxKCRM+o4FpBDeZPku0ci+V31fv6O+Zy9qr6Ooqm7vbh1HNMLo0zLTCIe5dQlWYTlvpN83PV5OC83k2keVbWVy1eJmr1J8SE3dueDROTqpXH1AlR7n4AXnmuWxx9H6IONOCCZ9kGmrHJZTXMc56fFsu1Ziflo0sjUR+NtUtUw4we5bbRPrjqvQNfwF2ikC/yavmt8GP7gIv1lr25/r+zbzD0u2KmmDZlSB2sxMqmMIw9z3qV/ga23bhZ/vC+qXdVhV0+6CkJdlrjoqC9UTopFpisDfqpL/u9QfJL1sPRYrV4mIaBmsU1f+fSD6bmxMHca118+jMd3UDiWuCtTG1C4uINXv20JW0/707Uz7NbVJe7FbJ6Fqp+uIiIiI4sSFqZ2EsXGPOwlYXQLXuO1c7re3W2j16vyf+vgkaqNXkRsswfPXqVHLoAJW9uOIiGhJdFC5erOqVr0tKhYLi9bKY0+HmYqoFtaHlaIi8Heq77LHAXxdq2Lcr0Y226lVu85chG/Lu2aYvoNvzKMeFqz5EwO/KYLMLardMwD+0ZCn7APwH1XRW0Nma88F5dHn1TDAcdNx2i64j7vwvpelzeTM/aRMY1pmaye9RrYE6W1UFaybOh2dI024Gn74v68myhXSb7wWDIw+AxHo40rHnTCMO1m3Urh2jpMeR7cyV70CT54TjewWQGxQHdXwvT7d9otwVIWu4dWC4fC8+0XgT8hs7brh/bT9B8LW8RYyV7sKLwiD3s2AWK9KzPMATmml7afUsQxHx9HI3SIa2abM1cKQ9RKEPC+a2a3qdXxAbePc4Wa4SkRESyy8OvDPVEdqHBPnX8LY6UnDCBH6fWjLbOv0dklc2tk6xXHrXW9Nxx33mmzHYNs+qX0aPJlHRES0ergEoS5czockre9WwBp3EtC2LC5MtR1DukrU+PXm5wjqDVQuX0GmKJApDqoTvXsBnABQARER0SJLEa6GucpHVXFgGUKOBsXpx2Xf5GkIIbyJgTu9WuEhQPSpqRr/Vk3ROHOOIQPgdwH8OwAFiOByUJr4iSxM69WkSedE9O/dGxWV3lT/sFfpexgQg6q47p8APK0Foj6A31EVq+Hose8GfZM/kcWpCzEFjvrxraYL3dNmcjCsa933ZBBN3dkqOAyLDW9SxYJn0xYLuoarRVXVEVZWNmW29kzQP/aaWjfzQdjGl477B6bfj7uabjnFdXJNx6+/lvirDf1GRearx0UjmwmrQlvhZTTf28m2IXrDkvQX1TytW0Uzs9ur5Qdkpn4xnMvV8h+ApGOcXe43azJfOSGaWYjAC4ch3gPgoApU26/aGFPVtH16NW1UxZqLXkdOtMYp369+Tqrq11gMV4mIaImE/Zo/UheMZRDUTuLa4VOojerVqu3ShqNJgatpmzT70vdp69i7Vq7G3betSxOedtJxZ4BKRERE6PAcka1K06X9YgesLgFq3Hkm/b5+rC4nGW3tbOe0gOq1UTRrY8gNDkCIzao44AqAy4bjICIi6hrHcDUsGvsPMyOTSb95LOgffRLZ+oSo50r+5MDHRTNzqwo6fwng71XAOmOrqna9o1Xt2ng5KI+G1a7t0zgmhZam71I1RaOf9ycGHxSN7HtUeHoYwP8D8La2jy3qOO6KnjDTeCUojz6FTGPmgqa480Wu1ai2vkEvSXPhmb3/YlmvCg7PthU93quGCj7n+h64zLm6SVV1bARkRRYqTwSFqUtt66U2prNtfGcYPngY7q8Uts52+4elz7sq9HGe2+a/aG0w3bdd1AofhhQlNW/p99Qve/vz3Afg96Jxw4WckPnKoaAw9U7Me60fZ1xnGqJS3OxVix+BFGX1DyqcxPlZw/7C8PUPAfRH5fG56rNB38TJ1uso3Sxq+fB1FNU8st9VoawV51wlIqIlMKzmER+Kvp+mr7yO8TNJ0xvYRueIW+cyPysM9219JtN2+m3aqtWk4FVfbtvO1C5umeu23cCAloiIaPks1km6NPuNC0pNy5OCVNv9ToJS2/rEE4IptnP5SWo/d72fz2Fw3zAyfRvVuucAfF+dPyIiIuo6hzlX71GjrhYAOS3z1aeD4uT5cIU31b9X1PL3qZE6wz19C8Dr2nf1A2p+1gyEHA/y04dkYVq/eCju3A60/c3Jh7xK3zZRLTwIKfrV9+X31fenvt396jjac59LWrvAkMfpx5SUx5kerwSmfl1SX2be3Ktz9hPNvztwr2j6t6klRwB8A8BE0vuRFK6GYz4/okqPrwd9E49HE/7O/xBk2+S5poAV2geqf3irLVxFW2hqC1aFKVyNNmhm8t5k//0I/D1q0evql779z8gWVd5+U3Qlhd94NegfewlC6sM0247bGq5Gmn7Onyx/CIG/Ty0J/1F9U5WqtyuriZ0Ptl71jYmdq6KRKXhT5QcQeLtU+9fU65ia93wMV4mIaHGFVwV+Qg0PIyCbFzHy5jnUJxoxneOkcFXv66QNY23b6MvjHkM7HsSst92a1unL9X3a2sQt66RN2n0SERHRypY2kHVpb2oTt8wUktqW27aJu00KT+PauZxEjFvXvfC1f+c29G3eFZ5aBBBe8P8oAH3YRCIiogWLCVfD0TX/AMDd0SMvOBf0jT8jM41p0fRz3mT5PgT+sGp7VIVm7flGWY1sdiB65DePN0vjv4DXNF0wFHfhe7vZ70opfG9i4B7RzNyplr2lvi+vaNuUVRFbK+DzmiebpfHnwtFGDfs3Bat6wIqEPM527L0u7mK3uB97uKp4U6XdolZ4QIXw4eitX1VTIFjFhavhjj4TPZkXnGv2jx2y/KNCQloOyz+8uA+wFz/YuA67a6fYM9yfF67O8CbL+0U996HoSoXWL/031B+BGWEH9pMAHor2FY69XZw8JHPVEcerJ8zBavsxTPXvEbX8/eof1YQKWN8w7C88zk+rqyomZa7yVFCcijrV3mT5FlHPfVC9jjE1QfSb+nMxXCUiokXSfkFSgNroGxg9Pg4p9Sv5bB3RtFWoadfHHYOt4+7aJm4bWNrpy/VtbW1Mj00WI3glIiKi1avTADWpjS1gtZ24g3aex7TMtj4uNHVp034h/2KGqzPrTAUD89vlBvoxsHcYXjasxGm0VeKwL0dERF1jCVfD6Qi/ACCcu7Qhs7VfBqXxY+EKr9K3VasUNY3MebsqGgvbVNWonKcTjtmWc8248V0pavkhb7oUjg66UZ1X+jcAP1VFiu3SHodt5FjbuSH9Qvy419ZrupnJeVo+N3+H9Vy/NxV+ZtG0meH79gSAx7X3cLa9IVwNn+CzqgQZ0m+8FpTHXgiLIxPe+LgyZJdKCf1+LzN1lmFYbuoAm4JWK+0DleqPwA+14Vb2qT8kQ9ofEtsvuX5sscIxyb3p0oMIvG1qf2FH+QeGIV82qZPXO9Cqpj0c9I+/CBE0RS1fVn9MNqt9PKNeR2NmY4arRETUZWLOUPpSjmD81AlUrtVTBKNwDFfTtofhfidDAifdN7WDYb1tmb49LG1Mj5Pap11PRERElHQeI+36tAFrUrhqu21v7xna2UJPfb0pXDVtlzYs7SxcDX+E72NweBdyg1vV8sOqOMA4ahkREVFaWriaAfDbAB5sfQ/JK6rgbAxSeN7EwPvaKkUvqArE9qF1s6pI7PKAD9QAABwbSURBVL7WN2vwdlCc/LnM1pIHH25JzFy8yfIBUc99QB3rdXUMemCqH8fFoDj5lMNx2AJV/VyU6RYx5356XdpMTv9JLHZsvSPRv6H3imbmLtX+tKo2HtGb6uFqOD/mH6vUvymztWeD0vhxxzc1Llg1neTTt11pbB1w/TYuLXcKNyFF+At5t5rs2FN/DB7VJjsuqhL490SPvOCsKoGvWPebihDeRPkO0cje03YMX1V/oKJgVP2RC6tpfwvAx6J2Ql4LilOHZK5yPfqHOTlwt2hk7ja9DoarRETURf1qSJXWsPWN6RMYOXodQUMfPr8XwlX9akKXcFXvKNuGe4kLZE3rbcuTwtWFBKcMVYmIiCgtl0oG1/UuJ+ni1uvLXMPWpJA06XE3w1V9Xdr2An1b1qO0YzeEyAEYBfC1pOH0iIiIXLSFq9tUcVd4G8hM49WgNPYyhAxErTDkTfeFxV0b1HmGsFL0J1ql6M0AvqyKxJoyU38p6B9/PaGw0JloZIpqmsSdaptfA3gMQKUtP9GPI5CZ+ospj8MUsMJyDgkO53RWirSZXFw/JpY33bddVAsfAURRXTD2TW2u3jnhavhB/hmAjYCsyELlCcNkuUmSTiDqH9xqOZnm2rHWO6fpnqRa3ORVimE5+6D6o/BjAD9rlmbfR3+ybfJmIadlrvpUUJy80PErm3cMhQ1eJfojNWQ7BnUcuwF8EcAG9YfqhaB/7I0oKq4UN3nVYriPgbh9EBERdeigClbDgHUakxfexOTbMxcbmYYC1h/bwtJuhrG2dUnHBod1tlvXPpl+36UT3kl4yu99IiIiWijbuZU0AavtRJ2tTdI5IH37TsLVuHZLEa66nJSc/xyZvjwGh/fALwyqvt6T6sS2cTg9IiIiF/5k9D3zoKpYzUDI8SA/fUgWpi9jbqWoP1Mp2izNVoqq7T8K4BNRGyFHgsLUIZmvXO3WB+BNl24W1fyHVRgXnoN6rFmKwtUb/Mno+zg8joe7cBwuF+tDu7+azsO4ZHKpQ9U5T9AKy8MRXW9S792zakTXaDTWmXD1FgCPqOrHrmI1IhERES2BkwC+pTrb90WdpqB+ASPH3kFjuql1OJNCyqSfuPZwDGOT9uESqCa1M7WFYb1tmWl/+nrTY5d1DFaJiIioWzoJWPV1tscuQaqtvb6+03BV38YlGE3aJm37mfVxwxKrAFd4GNi9HYWN29Sys6qK9V51Qjl+OD4iIiKiLrHM17sQ4Sis/wTgShiuPgDgM4vVuWG4SkREREskUP2ZBipXj2Ps1IR62m5VlXY7jE1zDPrr6Ea4arty0XW97XHSctM+uonBLRERUe9JXS2QQpoQ1bY8Tbgat77TcNWlTScVq90OV5OC19l2+XX9GNizB8IvtPXTiYiIiJbMIoSroSqA72SaJTwDRD9EREREK41Qw7p8/MYJm/r4CMbPTK+A17HYIWA39p+0j06eYzFeNwNVIiKi3tb+Xd3toFV2sM+kbdLu09S+k+NaParXJzDdfwV9W29uC1aPAPiKOilJREREtKgWs/hT4G/kX/PjIyIiohUuPHl1Cojm/PbRrE1j/NQp1ManerhyNU1VKwz307TR15nWm5abQkvTPkw6qWjtBINVIiKilafboeNChwY2tTNVl+rt46pT9du1U7nq57MY2LsH2f6haIlsXoTwNwLImj8KIiIiopUlw8+LiIiIVjQJeFUI0cSw9IAgLwE/V8TgrQcxfekcJs5f4ge8qgkGrERERCvKaqzmtIWza09h0zqUdwxD+B5kAK8qIZr+NkT9dEBycGAiIiJaBcLKVX6ORERES8ifxCCAzwM4cONZhQwrLJv8HLojyIl+mVEntOqTYxg7cRzNWoNzrsbeIuV62+Ok5aZ9dBM7t0RERL1nMYNG1+rUuOVJlam2KleXSlX9sa0i1OW+a1Vp0jbdbN+6L/wMBvbuRX5oQ7Sg0ZBe3Z+EZN+sSzxI0T644ZsAvtEsYXRFvyoiIqIViuEqERHRElOTqYcnIu4D8CkAOQg5EhSmDsl85So/j4UTtfyQqJd+K8iiDCGAoNHExNk3Ubk2EhNWdmuY38ChfdI+koLVboSrSctM+9PXmx67rGMHlIiIiLplsYcEtrVPClm7Fa52Y3hgz7FdZ2FsbrCE8p7b4GezYTfPqzWnZLbyY5mrjljef0pBVAsbvErfg5BiXXjpKIAfAHguGnB5EeeSIyIiIjuGq0REREtMhaszwrmHvghgVxjKyUz910Fp/DUIGfBzWSApPG9q8F7pewelL1ongSpX38H46TOQMogJKTsJS03tk9qlDVZdw1XbbbfCVb2N6bHLOnZCiYiIaCE6qVg1ret2uBpXzYqYkDJu3VKEq17K9gIQHsq7dqK4cTvCKxqDJkRDHpN9Y8/x/zNdIIXwJst3iUb2veozOQvgawDendk5w1UiIqLlwXCViIhoiWnhKtR/lD8K4OFwNYS8EhQnn5K5Kod46gJRLW5Gs+83ZRaFaG+NSgVjJw+jMVXpYli60HB1ZjvEtLGFq/q2SbdJ4Wrc9vp622NdJ+ErERERkU2nwaq+Pm2wCi20dL1t34dn2M6lWnVmW5ft0oar6cPYTF8BA3tvR6ZYjBrWG3X49Z/K/NQl47tOqYhaftCbLn0YUmxW08c8DuDJtn5/hOEqERHR8mC4SkREtMQM4eqM7QC+BGBr9B/o1jys1B2+9ERfkJfRRfWQgcTUxVOYfPui2ns3wtIgZXv9fppw1dZOv29aB8N62zLT/kxtTI+T2qddT0RERJQmOHVZ7xqc2tbbttHXx1WiurSJC1fTVLJ2J4zt274NpW17ITyBIIBXBYQUUyoEpG6Qoi+68BZ4R1WrXjDtleEqERHR8mC4SkREtMRiwtVQBsAnAXzE4eQQpRVOv5oDZEZtVxsfxdiJNxA0GjHh50KG+XVZb1unL4dheVKbuG1gaacv17e1tTE9NulWGyIiIlr9XPvDnYSuaatW4+6nrWKNC1Xj2qUJSDtdb9+fl81gYPgO5MoD0cJGA14tw57b4gjf1UMAfhyOvWN7BoarREREy4PhKhER0RJLCFdpMc2Gqx8C8NkozA7q0xg/cxTVkfEOwlLXIYNN623b6MvjHqPtNs3QwO23tmWmNi4Bq21ZJ23S7pOIiIhWrk4uLHTZJqlatX25LUCFFjTalsVVrWKBQwIvThVq/LrZ9YUNg+jfeQBepgDIJoL6j0TgPcVwdXkxXCUiIloeGb7vREREtAb9AsBpQD4CL7sVg/vuxvSV0xg/+1bKt2LmhJPUlsmY9a770fdl2kYu4DZuX2leS9J7kPSaTftMau+Kp/qIiIiWz2KNwrKQatbFDlbjnisuiHUNiRfrPdWfp+2R8FDeuxuF9TuidUHjCoT4OwCXl+BYiIiIiHoSw1UiIiJaqy4B4n8C+D1A3I/i5mFk+9dh9ORRNCu1tvekk7DUJilQTApTYQlBTceZFHbanquTgNW2HWLa69u261YouhQnIImIiGjxdKuaNS5U1de7BKu2dXHbJr2WuIA3KRQ27d9WAZv0vLOy5SIG9hyEny9H/bOg/gy87Pchm5xblYiIiNY0hqtERES0loXzF30HwDFAfhGZvvVYf/D9mHjrCKYvX0v5vujhJxwDTr2dy770fbpUnia1dw1n40LTNNWtcZJOPrIilYiIaHXo1oVQSeGpbV3aatO4/bqGofpzx+3b1j59UDq/TXwY279jO4pb9kEIHzKYgAz+CcDJhH0TERERrQmcc5WIiGiJcc7VZTQ756rJACC/DIjhaF31+nmMnToJGczMq+o6Z2r7HKgu7UzzuJqWu9w3tU1zC9jv6+tM+zXpdB0RERFRnKTgNGldUhjqUo3qemuqStXD0rggNW5Z3H7Sz7fq53MY3HcbMn0bo7VB/Q142a8iaFSirpuXjaZcDX9E4IFzri4vzrlKRES0PBiuEhERLTGGq8soPlyFOqn0MQCfiE5GNWvjGDv1Ourj045haVLwmmY5ErZDzO1MQKvvI26bNMFpJyGry3rXNkRERLS2uFS4ulRsmtq5VI7a9uFya2pjW2Zq4y0weHVZ31pX3LwR/TffBuHnIWUdsvFtAM9HgWrQAMPV3sNwlYiIaHlwWGAiIiKiWeGpoScAHAfkI/Bz6zB06wcw/c4xTLz1tsP71MmwuKYhd5PmXZ1pYxvmN26fLtvo7fRjMu2zncvx216ny8lTnsIjIiJaHVy+901ct3MJSl3a24bqjbtNWtfeJq5y1fa64ob1NW1rClTVGt/H4PB+5AZ3RI+DxgUI7+8AjFien4iIiGhNY7hKRERENN85QPw3QH4OQrwHfdsOIltej9ETRxHU622t48JCPaxM2kYPRPVgMy78NAWfcccTF7Dqx4QOQlb9mFzD1qT2SdsRERHR6tLJd37aQNV1G1PgGbfOS2hjDjrnP7cpdDWtd91mbrv8UBnl3XfAy/YDMkDQeAJe9qeQAS9mIyIiIrJguEpERERkVgHwFQBHAfwBsv1bsf6OQUycfQ2Va6Nqi7jw1BZWulavmvYRV7mqH0/cdtC2dQ1y9f3qz6Xv32axw1OeDCQiIuoNS3FBVFwwmmZ5XBCbJmBFimDVtI+452hvY1oW91q07QQwsHsXChv2AcKDbI4A4u8BvAUiIiIiisVwlYiIiCjeCwDORMMEe5mbMLD3XuSGTmLs9GlA6sElHKpFYdkmqUq0nUuYGleJqj+PvizNtrYhkG3bQnsv9OfvBla2EhERrT6uVahp17mEqu33uxGstm9vC1aTAlPbsSdXrWZKBQzuvRN+YX3U/woaL8DLPAYZ1I3tiYiIiGhud4pvBxEREVGidwHxvwD8DiAejK7wz5bWY/Tka2hMVQwb24LSpFB05vHM/fDkXJAQnOrb6s9lamOalzUubI07ZtNx6O1sx6FLCpVN+yEiIqKVyeViKNcLppLauQSzaUJV03JT1WlS5Wpc4JoUuiZVwZr3V7ppK/q2HoTwspByGgi+DuCw4f0gIiIiIguGq0RERERumgB+AOAYIL8UXem/7rb7Mfn265i6eFnbg+scqKZlaYfttVWYmuZBDSz71rezPWfSa4ur4jVtY2vbzZOtREREtDqk+e53qfI0LU9zP64CNenWpb1pv66VqvPberkMBocPItu/PXosGycgMl+BxITlfSEiIiIiC4arREREROm8CYi/jgJW4d2C/pvfg9zAeYyeOArZbLbtySUMTaoUtYWXScGnrRrWU7dJla2u4gJR03PAErimfd6kfREREVFv6/ZFUi7BadzyTgNWtAWZcdWutopVvb0+pHDc8+nr7csLG9ehf8fd8DJFQDYRNH8IgZ+DiIiIiDrCcJWIiIgovQlA/F8AHwbwu8gN7MSGO9dh7PTLqI3OXP3fSRga1zZpHSztbG3j5n+F47HbqnJd9ms77jRYvUpERLQ2dGNUi04C1aR2SdWmpna24NU0V2tciBsX6LbuC8/DwN59yK8bjpbJ5mXA+3sA+qgrRERERJQCw1UiIiKizoRB4FMATgLyEXjZjRjafz+mrxzF+Nlzao+uwwO7Bpq2dXHLbJWzM8s6CVlduQ7120nVbCdY6UpERNR9S3mxU5rnMrV1DVHj2saFqkltOwlWhfaTtN/W/dxAP8p73gM/Nxj1gYLGz+Flfggp20daISIiIqIOMFwlIiIiWpgLgPjvgPx9QNyL4ubbke3fgNETr6FZrVlCTzhUsprmXoVlG1MbvZ1tWVLIatrGtTLWti9dN07KugSnrHQlIiJaPov1PWzbb1K46tImqSI1aV1coNrNYHXu85d37UBh0+0QwocMxgF8pXVBIBERERF1A8NVIiIiooULQ9RvADgG4PPI9G3F+tsHMXH+FUxfuaoFoeEJtGCB1am2NqZ1psemZbaQNWkY48XQSYUpg1MiIqLVx+X7Pa6NS5iqLzdtExeqmpbFBartbV2DVdtzz13vF/IY3HcXMsUt0WPZOAyR+RpkULG8biIiIiLqAMNVIiIiou55GcA5QP57CH8nyrs/iNzgCYydPA55Iy9MM4dpUiDqsk37OhiCWlvImrQ/fZ9xx+lyfEREREQ6135DmupV03LbY1N4alseV61qWm4KTm3r4+63bvu2bkZp+90Qfh6QNcjg2wBesLx+IiIiIloAhqtERERE3XUNEP8bwMMAPo78uv1Yf+cGjJ16GfWJqYQg0haW2toIVQXrGrDGPZ9puzRBKxwqW0WHValERES0Ni20ctXWxrRNXGDq0ibNrUt1a1Kw2qp6FRkfg8O3ITewO1onm+ch/H8AMJL4rhARERFRRxiuEhEREXVfGHj+GMBxQH4Zfn49hm79MKbeeRWTFy6qZ3Md4jepjdc2nG+nIavLcj1o1V9DHKntJwlDWCIiIupktItOK1hdAlXbfddbOAwD3L4sbkjh1n7y6wZQ3vU+eNly1P+Uzcch/MfZjyIiIiJaXAxXiYiIiBbPSUD8NSC/AOEdRGn7PcgNnMPo8cMIGg3HgNV16GBTFatpGxPXoNVURYsOwlbT8+g4fDARERHpkvoHruvjwtSk9UlhKrQgtP1x3DDApnamNl50f2DvXhTWHwCEBxlcgxD/COCthNdPRERERF3AcJWIiIhocYVDAf8tgPsBfAbZ/p1Yf+d6jJ95CdXrowusYNUf26pYTUzVoa5ztqLtvul44rZxPRYiIiKi9r5CGq6VqLblnQwHbFqWNPyvqU18sJotFTAw/F74+Y1R/0k2X4DwHwNkPd1bRERERESdYrhKREREtDSeBXAKkI/Ay2zB4PBvoHL1CMZOn9ae3SUYNbXTq1hdQ9Z2+tC/piA16VhFTKhq2h6WtkREREQ2nQSmcetcq1dNgaptfZphg10CV4HSzdvQt+VuCC8LKaeB4OsADse8RiIiIiJaBAxXiYiIiJbOO4D4H4D8DCDuQ2Hj7ciUNmLs5CtoTFfbhvbVmYJTF3Eha1Lwqj9Pp6Gvvk+kqGjFIlW0skqWiIioOxbj4qi0F4Z10ibNUMBJ95OG+tWXm9rFB69eLoPB4TuR7d8RLZXNExD+VyAx4fD6iYiIiKjLGK4SERERLa1wrtXHABwD5B8hU9yCdbc9iMkLL2Pq0pW2oX3hOEywaZ2t6rTT4YJNy237igt/O5mb1TY08kKwSpaIiKg3dOs7uduVq50Era6hqq29eRjg4qZ16L/5fRCZPkA2IIMfQfhP82IxIiIiouXDcJWIiIhoebwOiPOQ+AsIfxP6d35I5HfCq626T0PKYPK1oHLsJchme2jsvL1hGcNRIiKi1Sndd7zwPQzd+j5kS3eu+v6BDC5BeP8A4HIPHA0RERHRmsZwlYiIiGj5jELgrxDg9+DhN2QWIvABr2oZHHhlEsIr3eUX79waVM8cks2RiUUY7o+VG0RERL2vu+Fnfqgf5T0PRnPZr24Ssvk0hP9DAE3+OyciIiJafgxXiYiIiJZXGKN+DzKsZMWfSg/5ZgHwas2KDC6+KdFo3AgPxbxhebX7wrR8fvAo9GVzznXq7ZOCy5j1QgpZGvKa626DyG72Cvs+LetXnglqZ8877tv1OVnJSkREtDJ19h1e3rUThU0PQIg8IOtoXj+CYHIkWielyxQIada3PTZ0XaSxvTYUsGxfN/9+uA+RySK3ZS9Etn92eTAO4FEAJxKOmYiIiIiWkMDf8EJ/IiKipeRP8u1eNgIIcoB0vrzMZYpSl7YJU6IGN07DFRDgz+FhV7hYNGSA+rsnJUav32g7P2B1CVntj4WpjUiaMzXVOiFzeS/YcjtkdlANE3wkqBx7sW2YYJf9ExER0drV6rEIX2Do1nuQLd3W6hXVR1C/9AZkrerwzrjOv9pG6nOgtvdW4uZpRUKoOjdY9csDyG4ahvCys8ubr0P4X4cMKtF+hD+zfO79aI9+68BkoK0Lt8u0loc/Xnhfqn1ArWu2lnkz7ZpAeBgz90Ph40Bd7xeta0Y/IvDg1TLswS2jZmnNvnQiIqJlxXCViIhoiTFcXUa9H65G9wXwUenhd6Il4Xmw2uSVQL5zpnXmS+k8ZNWXxQec8VWutn0Y1gvhNTftFrJ/V2uvjatB9fRTapjgJOywEhERrX7xna7ZYYA3RH2DYOIs6lfa+0cunTatQ2aocpXzgtC4fVjWO4Wq4UMPuU03wR/YNrtO1iHlY4B8IQpKw5CT4SpZMFwlIiJaHgxXiYiIlhjD1WW0csLV8FTfNkj8BTxEp0xErVGVzbePALXanB3Nrzy1hKXRXtMEsO3LZ09aijnbuZo9wxiU13nBhtsAL/wkGkEenswIL83O4slGeLq1e/vrNtno7fnSggASjR44EIvoTG/vHl/0by/o4ePr8fcvmlcwqPfAcdiE8x7y+BYiaLpUFy7j8TVqPZ0SyUZt7ld5j5GNMBRcnAMsrN+O3Lr3Qogw5auhcfUImuPXDS0dOijSeFfb3raftvVz+nO2QBXmUDXsU+VyyG8dhsiVZ9cF5yG8f4QMrt8IVBmuUgyGq0RERMuD4SoREdESY7i6jFZWuBreyYgAfyw9HAybiaaUqF09JTFyzRiizh+wzlaVGlOtGhu2as2ML3SmgX0fMpvzgy0HIHProocZWQ/yImttT0RERGtZmPC1EkNZu476paOQ9Vry+zGnKrW9l9Re6ZrU2RNat8g2FLCtwlWo55zbxh8YRG7jcCvRnDmq4KcQ3r+q+2C4Si4YrhIRES0P51OLRERERLTkwrNYfysCvF8K/KH0hYfCxmFRK62TwYVTWqXqTE2pjOpLZ5bpbRJF5xhFYsAqDfdE+/4Nw+zNbClq9ab/1utec9MOIcu7RENk/aasNwsiCy86cTqCxtUTURVl13he66dXCS8cObmnj6+33z8B4fX4/216/Pj4/i1QmFCkquhf4sOL0pYe/xsjevkN7O33L/r+6OXvECzg+MJq+/D3CxLN8bNoXDmvRuJIqjDVdqMfzw0JFarzukMuQwbPr1KdXS2Q23wz/PK22TbBKIT3dwDecnkpRERERLT8GK4SERER9b4XhMQJSPwX6WGdzBfXi/reMhoXjkhU1BCLNypOxZzgU8w5ySctFRrJYep88wNb8x70OVxvnKwM/MvnhZwe9ZobD0B6eX9aNoO88GQmN4TMpgNoXDqCoFLhv08iIqI1QGRzyG69FSI3NNtnCYPVoIrGu0fRHB9Tb0Jc3yNNSJ/U1lalamoXE6iqx14uh9y2fRDZ2VpD2QznVX0MQG8P6U1EREREc3BYYCIioiXGYYGX0cobFhiirXZThrWNTXxe+vgAovlLIVG7fk7KaJhgxTgc78xpPvu6xOUiqX3cPmO3ETKT9YLNtwDZAbSGCQ5DVj+qVmlcO4GgMu7wnERERLRSiVwR2Q23tsacjXpGrepSWR9D/fKb0XyubpIqS41dkdZNbJVq/PLZyRkM20gBv7+M7MY9N8bslTIc1vhRIDg8O4xvMFvgy2GByRGHBSYiIloeDFeJiIiWGMPVZbTyw1WI1jmuA9LDn4RzsvbC20pEREREjmRwBsL7B0g53ur4MVylzjFcJSIiWh69PCcHEREREZkdFRJ/KZq4yPeHiIiIaEUIIIPvQ3j/BwBH5SAiIiJaqQD8f+wvokmVNIPFAAAAAElFTkSuQmCC"/>
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